Hemifamity temperaments - Revision history

FloraC: + abergravity

2026-05-26T07:57:00Z

+ abergravity

← Older revision		Revision as of 07:57, 26 May 2026
Line 13:		Line 13:
	* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]		* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]
	* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]		* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]
			* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]
	* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]		* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]
	* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]		* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]
	* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]
	* ''[[Supers]]'' (+118098/117649) → [[Stearnsmic clan #Supers\|Stearnsmic clan]]
	* ''[[Undim]]'' (+390625/388962) → [[Undim family #Septimal undim\|Undim family]]		* ''[[Undim]]'' (+390625/388962) → [[Undim family #Septimal undim\|Undim family]]
	* ''[[Quinticosiennic]]'' (+395136/390625) → [[Quintaleap family #Quinticosiennic\|Quintaleap family]]		* ''[[Quinticosiennic]]'' (+395136/390625) → [[Quintaleap family #Quinticosiennic\|Quintaleap family]]
Line 22:		Line 21:
	* [[Amity]] (+4375/4374) → [[Amity family #Septimal amity\|Amity family]]		* [[Amity]] (+4375/4374) → [[Amity family #Septimal amity\|Amity family]]
	* ''[[Countercata]]'' (+15625/15552) → [[Kleismic family #Countercata\|Kleismic family]]		* ''[[Countercata]]'' (+15625/15552) → [[Kleismic family #Countercata\|Kleismic family]]
			* ''[[Abergravity]]'' (+177147/175000) → [[Gravity family #Abergravity\|Gravity family]]
			* ''[[Supers]]'' (+118098/117649) → [[Stearnsmic clan #Supers\|Stearnsmic clan]]
	* ''[[Warrior]]'' (+78732/78125) → [[Sensipent family #Warrior\|Sensipent family]]		* ''[[Warrior]]'' (+78732/78125) → [[Sensipent family #Warrior\|Sensipent family]]
	* ''[[Alphaquarter]]'' (+29360128/29296875) → [[Escapade family #Alphaquarter\|Escapade family]]		* ''[[Alphaquarter]]'' (+29360128/29296875) → [[Escapade family #Alphaquarter\|Escapade family]]

FloraC: /* Leapday */ replace 19- and 23-limit leapday and leapling with no-19 23-limit

2026-05-19T08:03:28Z

Leapday: replace 19- and 23-limit leapday and leapling with no-19 23-limit

@@ Line 377: / Line 377: @@
 Badness (Sintel): 0.910
-==== 19-limit ====
+=== 2.3.5.7.11.13.17.23 subgroup ===
-Subgroup: 2.3.5.7.11.13.17.19
+Subgroup: 2.3.5.7.11.13.17.23
-Comma list: 91/90, 121/120, 133/132, 136/135, 154/153, 169/168
+Comma list: 91/90, 121/120, 136/135, 154/153, 161/160, 169/168
-Mapping: {{mapping| 1 0 -31 -21 -14 -9 -34 9 | 0 1 21 15 11 8 24 -3 }}
+Mapping: {{mapping| 1 0 -31 -21 -14 -9 -34 -5 | 0 1 21 15 11 8 24 6 }}
 Optimal tunings:
-* WE: ~2 = 1201.0192{{c}}, ~3/2 = 704.7333{{c}}
+* WE: ~2 = 1200.5169{{c}}, ~3/2 = 704.5279{{c}}
-* CWE: ~2 = 1200.0000{{c}}, ~3/2 = 704.1680{{c}}
+* CWE: ~2 = 1200.0000{{c}}, ~3/2 = 704.2450{{c}}
-{{Optimal ET sequence|legend=0| 17cg, 29g, 46, 75dfgh, 121defgh }}
+{{Optimal ET sequence|legend=0| 17cg, 29g, 46, 121defg }}
-Badness (Sintel): 1.06
+Badness (Sintel): 0.872
 == Mystery ==

FloraC: /* Ketchup */ replace 19- and 23-limit with no-19 23-limit, which is more natural

2026-04-19T09:55:38Z

Ketchup: replace 19- and 23-limit with no-19 23-limit, which is more natural

← Older revision		Revision as of 09:55, 19 April 2026
Line 206:		Line 206:

	== Ketchup ==		== Ketchup ==
	Ketchup may be described as the {{nowrap\| 46 & 94 }} temperament. It has a semi-octave period and a generator for a syntonic~septimal comma, four of which plus a period gives the perfect fifth; its ploidacot is diploid gamma-tetracot. [[140edo]] is an obvious tuning for this temperament.		Ketchup may be described as the {{nowrap\| 46 & 94 }} temperament. It has a semi-octave period and a generator for a syntonic~septimal comma, four of which plus a period gives the perfect fifth; its [[ploidacot]] is diploid gamma-tetracot. [[140edo]] is an obvious tuning for this temperament.

	[[Subgroup]]: 2.3.5.7		[[Subgroup]]: 2.3.5.7
Line 258:		Line 258:
	Subgroup: 2.3.5.7.11.13.17		Subgroup: 2.3.5.7.11.13.17

	Comma list: 289/288, 325/324, 352/351, 385/384, ~~561~~/~~560~~		Comma list: 289/288, 325/324, 352/351, 385/384, 442/441

	Mapping: {{mapping\| 2 3 4 6 7 8 8 \| 0 4 15 -9 -2 -14 4 }}		Mapping: {{mapping\| 2 3 4 6 7 8 8 \| 0 4 15 -9 -2 -14 4 }}
Line 270:		Line 270:
	Badness (Sintel): 0.845		Badness (Sintel): 0.845

	=== ~~19-limit~~ ===		=== 2.3.5.7.11.13.17.23 subgroup ===
	Subgroup: 2.3.5.7.11.13.17.19		Subgroup: 2.3.5.7.11.13.17.23

	Comma list: ~~190~~/~~189~~, ~~209~~/~~208~~, ~~289~~/~~288~~, 352/351, 385/384, ~~561~~/~~560~~		Comma list: 253/252, 289/288, 325/324, 352/351, 385/384, 391/390

	Mapping: {{mapping\| 2 3 4 6 7 8 8 9 \| 0 4 15 -9 -2 -14 4 ~~-12~~ }}		Mapping: {{mapping\| 2 3 4 6 7 8 8 9 \| 0 4 15 -9 -2 -14 4 1 }}

	Optimal tunings:		Optimal tunings:
	* WE: ~17/12 = 600.~~1639~~{{c}}, ~66/65 = 25.~~6669~~{{c}}		* WE: ~17/12 = 600.1139{{c}}, ~66/65 = 25.7053{{c}}
	* CWE: ~17/12 = 600.0000{{c}}, ~66/65 = 25.~~6597~~{{c}}		* CWE: ~17/12 = 600.0000{{c}}, ~66/65 = 25.7013{{c}}

	{{Optimal ET sequence\|legend=0\| 46, 94, ~~140h }}~~		{{Optimal ET sequence\|legend=0\| 46, 94, 140 }}

	~~Badness (Sintel): 1.11~~

	~~=== 23-limit ===~~
	~~Subgroup: 2.3.5.7.11.13.17.19.23~~

	~~Comma list: 190/189, 209/208, 253/252, 289/288, 323/322, 352/351, 385/384~~

	~~Mapping: {{mapping\| 2 3 4 6 7 8 8 9 9 \| 0 4 15 -9 -2 -14 4 -12 1 }}~~

	~~Optimal tunings:~~
	* WE: ~17/12 = 600.1777{{c}}, ~66/65 = 25.6682{{c}}
	* CWE: ~17/12 = 600.0000{{c}}, ~66/65 = 25.6605{{c}}

	~~{{Optimal ET sequence\|legend=0\| 46, 94, 140h~~ }}

	Badness (Sintel): 1.00		Badness (Sintel): 0.772

	== Undecental ==		== Undecental ==

FloraC: Status update

2026-04-15T17:59:41Z

Status update

← Older revision		Revision as of 17:59, 15 April 2026
Line 13:		Line 13:
	* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]		* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]
	* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]		* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]
	* ''[[Monkey]]'' (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]		* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]
	* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]		* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]
	* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]		* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]

FloraC: + more known naming history

2026-04-02T11:27:31Z

+ more known naming history

← Older revision		Revision as of 11:27, 2 April 2026
Line 506:		Line 506:

	== Hemidromeda ==		== Hemidromeda ==
	Hemidromeda may be described as the {{nowrap\| 29 & 111 }} temperament. ~~The name~~ ''hemidromeda'' comes from "hemi-" (Ancient Greek for "one half") and ''[[andromeda]]'', because the generator is 1/2 of andromeda's perfect twelfth (~3/1, about 1902.4 cents); the ploidacot for this temperament is alpha-dicot.		Hemidromeda may be described as the {{nowrap\| 29 & 111 }} temperament. Named by [[Xenllium]] in 2023, ''hemidromeda'' comes from ''hemi-'' (Ancient Greek for "one half") and ''[[andromeda]]'', because the generator is 1/2 of andromeda's perfect twelfth (~3/1, about 1902.4 cents); the ploidacot for this temperament is alpha-dicot.

	[[Subgroup]]: 2.3.5.7		[[Subgroup]]: 2.3.5.7
Line 604:		Line 604:

	Countriton may be described as the {{nowrap\| 51c & 53 }} temperament. It splits the [[24/1\|24th harmonic]] into nine tritone generators; its ploidacot is thus delta-enneacot. Among the possible tunings are [[157edo]] and [[210edo]], as well as [[104edo]] in the 104c val.		Countriton may be described as the {{nowrap\| 51c & 53 }} temperament. It splits the [[24/1\|24th harmonic]] into nine tritone generators; its ploidacot is thus delta-enneacot. Among the possible tunings are [[157edo]] and [[210edo]], as well as [[104edo]] in the 104c val.

			Countriton was named by [[Xenllium]] in 2022 as a counterpart of [[untriton]].

	[[Subgroup]]: 2.3.5.7		[[Subgroup]]: 2.3.5.7
Line 654:		Line 656:
	== Artoneutral ==		== Artoneutral ==
	Artoneutral can be described as the {{nowrap\| 87 & 94 }} temperament. It is generated by an artoneutral third of ~11/9 (or a tendoneutral sixth of ~18/11), nine of which make the [[12/1\|12th harmonic]]; its ploidacot is thus beta-enneacot. [[181edo]] may be recommended as a tuning.		Artoneutral can be described as the {{nowrap\| 87 & 94 }} temperament. It is generated by an artoneutral third of ~11/9 (or a tendoneutral sixth of ~18/11), nine of which make the [[12/1\|12th harmonic]]; its ploidacot is thus beta-enneacot. [[181edo]] may be recommended as a tuning.

			Artoneutral was named by [[Flora Canou]] in 2023 for its generator's quality.

	[[Subgroup]]: 2.3.5.7		[[Subgroup]]: 2.3.5.7

FloraC: Move kwai back cuz mirkwai clan is a no-2 clan, which doesn't explain its structure very well

2026-04-02T11:04:06Z

Move kwai back cuz mirkwai clan is a no-2 clan, which doesn't explain its structure very well

Show changes

Overthink: Undo revision 218064 by Overthink (talk) oops nvm

2025-11-28T00:35:13Z

Undo revision 218064 by Overthink (talk) oops nvm

← Older revision		Revision as of 00:35, 28 November 2025
Line 2:		Line 2:
	This is a collection of [[rank-2 temperament\|rank-2]] [[regular temperament\|temperaments]] [[tempering out]] the [[hemifamity comma]] ({{monzo\|legend=1\| 10 -6 1 -1 }}, [[ratio]]: 5120/5103). These temperaments divide an exact or approximate septimal quartertone, [[36/35]] into two equal steps, each representing [[81/80]][[~]][[64/63]], the syntonic comma or the septimal comma. Therefore, classical and septimal intervals are found by the same [[chain of fifths]] inflected by the syntonic~septimal comma to the opposite sides. In addition we may identify [[10/7]] by the augmented fourth and [[50/49]] by the [[Pythagorean comma]].		This is a collection of [[rank-2 temperament\|rank-2]] [[regular temperament\|temperaments]] [[tempering out]] the [[hemifamity comma]] ({{monzo\|legend=1\| 10 -6 1 -1 }}, [[ratio]]: 5120/5103). These temperaments divide an exact or approximate septimal quartertone, [[36/35]] into two equal steps, each representing [[81/80]][[~]][[64/63]], the syntonic comma or the septimal comma. Therefore, classical and septimal intervals are found by the same [[chain of fifths]] inflected by the syntonic~septimal comma to the opposite sides. In addition we may identify [[10/7]] by the augmented fourth and [[50/49]] by the [[Pythagorean comma]].

	Temperaments belonging to this category and generated by the fifth are dominant, garibaldi, kwai, and leapday. Dominant has 5/4 mapped to M3. Garibaldi has 5/4 mapped to d4. Kwai has 5/4 mapped to 4A7. Undecental has 5/4 mapped to 5d7. Leapday has 5/4 mapped to 3A1.		Temperaments belonging to this category and generated by the fifth are dominant, garibaldi, kwai, undecental, and leapday. Dominant has 5/4 mapped to M3. Garibaldi has 5/4 mapped to d4. Kwai has 5/4 mapped to 4A7. Undecental has 5/4 mapped to 5d7. Leapday has 5/4 mapped to 3A1.

	Diaschismic is generated by the fifth with a semi-octave period. Hemififths has the fifth sliced into two and 5/4 mapped to the hemififth + Pyth. comma. Hemidromeda has the fourth sliced into two and 5/4 mapped to the hemifourth + 3d4. Rodan has the fifth sliced into three as does slendric. Alphatrimot has the twelfth sliced into three as does alphatricot. Monkey has the fifth sliced into four as does tetracot. Buzzard has the twelfth sliced into four as does vulture. Misty is generated by the fifth with a 1/3-octave period. Supers has the fifth sliced into three with a semi-octave period. Undim is generated by the fifth with a 1/4-octave period. Quinticosiennic and quintakwai have the fourth sliced into five. Amity has the eleventh sliced into five. Countercata has the twelfth sliced into six as does hanson. Warrior has the 6th harmonic sliced into seven as does sensi. Finally, alphaquarter has the fourth sliced into nine as does escapade.		Diaschismic is generated by the fifth with a semi-octave period. Hemififths has the fifth sliced into two and 5/4 mapped to the hemififth + Pyth. comma. Hemidromeda has the fourth sliced into two and 5/4 mapped to the hemifourth + 3d4. Rodan has the fifth sliced into three as does slendric. Alphatrimot has the twelfth sliced into three as does alphatricot. Monkey has the fifth sliced into four as does tetracot. Buzzard has the twelfth sliced into four as does vulture. Misty is generated by the fifth with a 1/3-octave period. Supers has the fifth sliced into three with a semi-octave period. Undim is generated by the fifth with a 1/4-octave period. Quinticosiennic and quintakwai have the fourth sliced into five. Amity has the eleventh sliced into five. Countercata has the twelfth sliced into six as does hanson. Warrior has the 6th harmonic sliced into seven as does sensi. Finally, alphaquarter has the fourth sliced into nine as does escapade.

Overthink: undecental is acot

2025-11-28T00:34:42Z

undecental is acot

← Older revision		Revision as of 00:34, 28 November 2025
Line 2:		Line 2:
	This is a collection of [[rank-2 temperament\|rank-2]] [[regular temperament\|temperaments]] [[tempering out]] the [[hemifamity comma]] ({{monzo\|legend=1\| 10 -6 1 -1 }}, [[ratio]]: 5120/5103). These temperaments divide an exact or approximate septimal quartertone, [[36/35]] into two equal steps, each representing [[81/80]][[~]][[64/63]], the syntonic comma or the septimal comma. Therefore, classical and septimal intervals are found by the same [[chain of fifths]] inflected by the syntonic~septimal comma to the opposite sides. In addition we may identify [[10/7]] by the augmented fourth and [[50/49]] by the [[Pythagorean comma]].		This is a collection of [[rank-2 temperament\|rank-2]] [[regular temperament\|temperaments]] [[tempering out]] the [[hemifamity comma]] ({{monzo\|legend=1\| 10 -6 1 -1 }}, [[ratio]]: 5120/5103). These temperaments divide an exact or approximate septimal quartertone, [[36/35]] into two equal steps, each representing [[81/80]][[~]][[64/63]], the syntonic comma or the septimal comma. Therefore, classical and septimal intervals are found by the same [[chain of fifths]] inflected by the syntonic~septimal comma to the opposite sides. In addition we may identify [[10/7]] by the augmented fourth and [[50/49]] by the [[Pythagorean comma]].

	Temperaments belonging to this category and generated by the fifth are dominant, garibaldi, kwai~~, undecental~~, and leapday. Dominant has 5/4 mapped to M3. Garibaldi has 5/4 mapped to d4. Kwai has 5/4 mapped to 4A7. Undecental has 5/4 mapped to 5d7. Leapday has 5/4 mapped to 3A1.		Temperaments belonging to this category and generated by the fifth are dominant, garibaldi, kwai, and leapday. Dominant has 5/4 mapped to M3. Garibaldi has 5/4 mapped to d4. Kwai has 5/4 mapped to 4A7. Undecental has 5/4 mapped to 5d7. Leapday has 5/4 mapped to 3A1.

	Diaschismic is generated by the fifth with a semi-octave period. Hemififths has the fifth sliced into two and 5/4 mapped to the hemififth + Pyth. comma. Hemidromeda has the fourth sliced into two and 5/4 mapped to the hemifourth + 3d4. Rodan has the fifth sliced into three as does slendric. Alphatrimot has the twelfth sliced into three as does alphatricot. Monkey has the fifth sliced into four as does tetracot. Buzzard has the twelfth sliced into four as does vulture. Misty is generated by the fifth with a 1/3-octave period. Supers has the fifth sliced into three with a semi-octave period. Undim is generated by the fifth with a 1/4-octave period. Quinticosiennic and quintakwai have the fourth sliced into five. Amity has the eleventh sliced into five. Countercata has the twelfth sliced into six as does hanson. Warrior has the 6th harmonic sliced into seven as does sensi. Finally, alphaquarter has the fourth sliced into nine as does escapade.		Diaschismic is generated by the fifth with a semi-octave period. Hemififths has the fifth sliced into two and 5/4 mapped to the hemififth + Pyth. comma. Hemidromeda has the fourth sliced into two and 5/4 mapped to the hemifourth + 3d4. Rodan has the fifth sliced into three as does slendric. Alphatrimot has the twelfth sliced into three as does alphatricot. Monkey has the fifth sliced into four as does tetracot. Buzzard has the twelfth sliced into four as does vulture. Misty is generated by the fifth with a 1/3-octave period. Supers has the fifth sliced into three with a semi-octave period. Undim is generated by the fifth with a 1/4-octave period. Quinticosiennic and quintakwai have the fourth sliced into five. Amity has the eleventh sliced into five. Countercata has the twelfth sliced into six as does hanson. Warrior has the 6th harmonic sliced into seven as does sensi. Finally, alphaquarter has the fourth sliced into nine as does escapade.

FloraC: Text replacement - "Category:Temperament collections↵Category:Pages with mostly numerical content" to "Category:Temperament collections"

2025-11-27T12:26:03Z

Text replacement - "Category:Temperament collections↵Category:Pages with mostly numerical content" to "Category:Temperament collections"

← Older revision		Revision as of 12:26, 27 November 2025
Line 727:		Line 727:

	[[Category:Temperament collections]]		[[Category:Temperament collections]]
	~~[[Category:Pages with mostly numerical content]]~~
	[[Category:Hemifamity temperaments\| ]] <!-- main article -->		[[Category:Hemifamity temperaments\| ]] <!-- main article -->
	[[Category:Rank 2]]		[[Category:Rank 2]]

FloraC: /* Mystery */ closer matches in the ratio

2025-11-23T12:57:01Z

Mystery: closer matches in the ratio

← Older revision		Revision as of 12:57, 23 November 2025
Line 356:		Line 356:

	Optimal tunings:		Optimal tunings:
	* WE: ~50/49 = 41.3637{{c}}, ~5/4 = 388.3136{{c}}		* WE: ~45/44 = 41.3637{{c}}, ~5/4 = 388.3136{{c}}
	* CWE: ~50/49 = 41.3793{{c}}, ~5/4 = 388.0598{{c}}		* CWE: ~45/44 = 41.3793{{c}}, ~5/4 = 388.0598{{c}}

	{{Optimal ET sequence\|legend=0\| 29, 58, 87, 145 }}		{{Optimal ET sequence\|legend=0\| 29, 58, 87, 145 }}
Line 371:		Line 371:

	Optimal tunings:		Optimal tunings:
	* WE: ~50/49 = 41.3623{{c}}, ~5/4 = 388.1942{{c}}		* WE: ~45/44 = 41.3623{{c}}, ~5/4 = 388.1942{{c}}
	* CWE: ~50/49 = 41.3793{{c}}, ~5/4 = 387.9017{{c}}		* CWE: ~40/39 = 41.3793{{c}}, ~5/4 = 387.9017{{c}}

	{{Optimal ET sequence\|legend=0\| 29, 58, 87, 145, 232 }}		{{Optimal ET sequence\|legend=0\| 29, 58, 87, 145, 232 }}

← Older revision		Revision as of 07:57, 26 May 2026
Line 13:		Line 13:
	* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]		* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]
	* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]		* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]
			* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]
	* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]		* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]
	* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]		* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]
	* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]
	* ''[[Supers]]'' (+118098/117649) → [[Stearnsmic clan #Supers\|Stearnsmic clan]]
	* ''[[Undim]]'' (+390625/388962) → [[Undim family #Septimal undim\|Undim family]]		* ''[[Undim]]'' (+390625/388962) → [[Undim family #Septimal undim\|Undim family]]
	* ''[[Quinticosiennic]]'' (+395136/390625) → [[Quintaleap family #Quinticosiennic\|Quintaleap family]]		* ''[[Quinticosiennic]]'' (+395136/390625) → [[Quintaleap family #Quinticosiennic\|Quintaleap family]]
Line 22:		Line 21:
	* [[Amity]] (+4375/4374) → [[Amity family #Septimal amity\|Amity family]]		* [[Amity]] (+4375/4374) → [[Amity family #Septimal amity\|Amity family]]
	* ''[[Countercata]]'' (+15625/15552) → [[Kleismic family #Countercata\|Kleismic family]]		* ''[[Countercata]]'' (+15625/15552) → [[Kleismic family #Countercata\|Kleismic family]]
			* ''[[Abergravity]]'' (+177147/175000) → [[Gravity family #Abergravity\|Gravity family]]
			* ''[[Supers]]'' (+118098/117649) → [[Stearnsmic clan #Supers\|Stearnsmic clan]]
	* ''[[Warrior]]'' (+78732/78125) → [[Sensipent family #Warrior\|Sensipent family]]		* ''[[Warrior]]'' (+78732/78125) → [[Sensipent family #Warrior\|Sensipent family]]
	* ''[[Alphaquarter]]'' (+29360128/29296875) → [[Escapade family #Alphaquarter\|Escapade family]]		* ''[[Alphaquarter]]'' (+29360128/29296875) → [[Escapade family #Alphaquarter\|Escapade family]]

← Older revision		Revision as of 17:59, 15 April 2026
Line 13:		Line 13:
	* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]		* [[Rodan]] (+245/243) → [[Gamelismic clan #Rodan\|Gamelismic clan]]
	* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]		* ''[[Alphatrimot]]'' (+2430/2401) → [[Alphatricot family #Alphatrimot\|Alphatricot family]]
	* ''[[Monkey]]'' (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]		* [[Monkey]] (+875/864) → [[Tetracot family #Monkey\|Tetracot family]]
	* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]		* [[Buzzard]] (+1728/1715) → [[Buzzardsmic clan #Buzzard\|Buzzardsmic clan]]
	* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]		* [[Misty]] (+3136/3125) → [[Misty family #Misty\|Misty family]]